HyperRogue by Zeno Rogue <zeno@attnam.com>, version 13.1h
released under GNU General Public License version 2 and thus
comes with absolutely no warranty; see COPYING for details
initialize_all
000000   initconfig
000002     (done)
000002   not logging: 'init'
000000002   (done)
000000279 Reading coordinates...
000000279 
000000279 DHRG version 7.2
000000279 
000000282   growth = 1.72208
000000282   The following grow forever: 0 1 2 3 6 7
000000283   The correct value of sibling_limit is 3
000000283   (done)
000000283 Memory info:  42919x1120B=67% 20053x1136B=32% 8x120B=0% 0x328B=0% (67 MB)
000000283 Translating to cells
000000289   (done)
000000289   Finding all
000000293     (done)
000000293   Memory info:  42919x1120B=67% 20053x1136B=32% 932x120B=0% 0x328B=0% (67 MB)
000000293   Tallying pairs
000000293     Memory info:  42919x1120B=67% 20053x1136B=32% 932x120B=0% 5x328B=0% (67 MB)
000000293     Memory info:  42919x1120B=67% 20053x1136B=32% 1003x120B=0% 75x328B=0% (67 MB)
000000294     Memory info:  42919x1120B=67% 20053x1136B=32% 1026x120B=0% 118x328B=0% (67 MB)
000000294     Memory info:  42919x1120B=67% 20053x1136B=32% 1066x120B=0% 169x328B=0% (67 MB)
000000294     Memory info:  42919x1120B=67% 20053x1136B=32% 1075x120B=0% 194x328B=0% (67 MB)
000000295     Memory info:  42919x1120B=67% 20053x1136B=32% 1099x120B=0% 234x328B=0% (67 MB)
000000295     Memory info:  42919x1120B=67% 20053x1136B=32% 1157x120B=0% 288x328B=0% (67 MB)
000000296     Memory info:  42919x1120B=67% 20053x1136B=32% 1261x120B=0% 346x328B=0% (67 MB)
000000296     Memory info:  42919x1120B=67% 20053x1136B=32% 1376x120B=0% 427x328B=0% (67 MB)
000000296     Memory info:  42919x1120B=67% 20053x1136B=32% 1460x120B=0% 493x328B=0% (67 MB)
000000297     (done)
000000297   Tallying edges
000000300     (done)
000000300   Memory info:  42919x1120B=67% 20053x1136B=31% 1523x120B=0% 534x328B=0% (67 MB)
000000300   edgecs=85793 totalcs=1280795
000000300       logistic =     -3199.7282144103 (R=   9.98960 T=0.183981)
000000300       logistic =     -1931.0716018359 (R=   9.98960 T=   1.18398)
000000300       logistic =     -1690.4765099150 (R=   7.98960 T=   1.18398)
000000300       logistic =     -1641.7371981519 (R=   7.98960 T=   0.93398)
000000300       logistic =     -1595.2927203126 (R=   8.61460 T=   0.80898)
000000300       logistic =     -1587.3413942806 (R=   8.86460 T=   0.74648)
000000300       logistic =     -1585.6607688572 (R=   8.98960 T=   0.74648)
000000300       logistic =     -1585.6607688572 (R=   8.98960 T=   0.74648)
000000300       logistic =     -1585.6607688572 (R=   8.98960 T=   0.74648)
000000300       logistic =     -1585.6607688572 (R=   8.98960 T=   0.74648)
000000300       logistic =     -1585.6607688572 (R=   8.98960 T=   0.74648)
000000300       logistic =     -1585.6607489943 (R=   8.99058 T=   0.74648)
000000301       logistic =     -1585.6606631627 (R=   8.99009 T=   0.74697)
000000301       logistic =     -1585.6605872876 (R=   8.98936 T=   0.74697)
000000301       logistic =     -1585.6605829909 (R=   8.98924 T=   0.74685)
000000301       logistic =     -1585.6605766955 (R=   8.98948 T=   0.74685)
000000301       logistic =     -1585.6605765248 (R=   8.98948 T=   0.74688)
000000301       logistic =     -1585.6605761243 (R=   8.98942 T=   0.74688)
000000301       logistic =     -1585.6605761116 (R=   8.98942 T=   0.74687)
000000301       logistic =     -1585.6605760883 (R=   8.98944 T=   0.74687)
000000301       logistic =     -1585.6605760880 (R=   8.98944 T=   0.74687)
000000301       (done)
000000301       Memory info:  42919x1120B=67% 20053x1136B=31% 1523x120B=0% 534x328B=0% (67 MB)
000000301       Vertices by distance (N = 116):
000000301        4:5 5:13 6:14 7:18 8:13 9:24 10:26 11:3
000000301       *    0:        6 /            6 = 1.000000 1.0000000000 0.9975715202
000000301       *    1:       35 /           35 = 1.000000 1.0000000000 0.9952676955
000000301       *    2:       53 /           54 = 0.981481 0.9999999996 0.9907984618
000000301       *    3:       59 /           60 = 0.983333 0.9999999944 0.9821839963
000000301       *    4:       52 /           64 = 0.812500 0.9999999148 0.9657831979
000000301       *    5:       76 /           83 = 0.915663 0.9999987090 0.9352792693
000000301       *    6:       80 /           89 = 0.898876 0.9999804487 0.8809339896
000000301       *    7:       99 /          140 = 0.707143 0.9997039756 0.7911457695
000000301       *    8:      146 /          209 = 0.698565 0.9955353824 0.6597963305
000000301       *    9:      178 /          298 = 0.597315 0.9363995517 0.4982319505
000000301       *   10:      170 /          403 = 0.421836 0.4929370636 0.3370359452
000000301       *   11:       95 /          515 = 0.184466 0.0603169779 0.2065267074
000000301       *   12:       46 /          598 = 0.076923 0.0042203651 0.1175903840
000000301       *   13:       20 /          582 = 0.034364 0.0002797653 0.0638697924
000000301       *   14:       14 /          740 = 0.018919 0.0000184772 0.0337524513
000000301       *   15:       11 /          721 = 0.015257 0.0000012200 0.0175701763
000000301       *   16:       11 /          658 = 0.016717 0.0000000806 0.0090734762
000000301       *   17:        8 /          491 = 0.016293 0.0000000053 0.0046661500
000000301       *   18:        6 /          422 = 0.014218 0.0000000004 0.0023944537
000000301       *   19:        0 /          356 = 0.000000 0.0000000000 0.0012273598
000000301       *   20:        0 /          123 = 0.000000 0.0000000000 0.0006287670
000000301       *   21:        0 /           22 = 0.000000 0.0000000000 0.0003220184
000000301       *   22:        0 /            1 = 0.000000 0.0000000000 0.0001648947
000000301       log likelihood
000000301       
000000301         placement     = -916.979
000000301         chaos         = -3089.56
000000301         optimal any   = -1532.02
000000301         optimal mono  = -1533.96
000000301         estimated R/T = -3199.73 (R=9.9896 T=0.183981)
000000301         optimal   R/T = -1585.66 (R=8.98944 T=0.746872)
000000301       Compression ratio = 0.792667
000000301       (done)
000000301     (done)
000000301   Using distlimit = 13
000000301   (done)
000000301   Iteration #1
000000301       tomove: 0 (last: 0)
000000309         (done)
000000309        moves = 86
000000309       penalty = 2
000000309       (done)
000000309       logistic =     -1478.2633253667 (R=   8.98944 T=0.746872)
000000309       logistic =     -1478.2633253667 (R=   8.98944 T=   0.74687)
000000309       logistic =     -1472.8195163479 (R=   8.48944 T=   0.74687)
000000309       logistic =     -1468.7789643299 (R=   8.73944 T=   0.74687)
000000309       logistic =     -1468.7789643299 (R=   8.73944 T=   0.74687)
000000309       logistic =     -1465.3610341537 (R=   8.67694 T=   0.68437)
000000309       logistic =     -1463.5105954946 (R=   8.80194 T=   0.68437)
000000309       logistic =     -1463.5105954946 (R=   8.80194 T=   0.68437)
000000309       logistic =     -1463.4874616500 (R=   8.80194 T=   0.67656)
000000309       logistic =     -1463.4659245809 (R=   8.81365 T=   0.67656)
000000309       logistic =     -1463.4647134326 (R=   8.81561 T=   0.67851)
000000309       logistic =     -1463.4631694898 (R=   8.81170 T=   0.67851)
000000309       logistic =     -1463.4629493279 (R=   8.81219 T=   0.67802)
000000309       logistic =     -1463.4628954272 (R=   8.81292 T=   0.67802)
000000309       logistic =     -1463.4628954005 (R=   8.81280 T=   0.67802)
000000309       logistic =     -1463.4628949633 (R=   8.81286 T=   0.67802)
000000309       logistic =     -1463.4628948765 (R=   8.81286 T=   0.67805)
000000309       logistic =     -1463.4628945381 (R=   8.81280 T=   0.67805)
000000309       logistic =     -1463.4628944493 (R=   8.81281 T=   0.67805)
000000309       logistic =     -1463.4628944289 (R=   8.81282 T=   0.67805)
000000309       logistic =     -1463.4628944260 (R=   8.81282 T=   0.67805)
000000309       (done)
000000309       Memory info:  42919x1120B=67% 20053x1136B=31% 2230x120B=0% 1464x328B=0% (68 MB)
000000309       Vertices by distance (N = 116):
000000309        3:4 4:6 5:11 6:15 7:11 8:21 9:17 10:22 11:8 12:1
000000309       *    0:       10 /           10 = 1.000000 1.0000000000 0.9984968654
000000309       *    1:       23 /           23 = 1.000000 1.0000000000 0.9968628057
000000309       *    2:       47 /           48 = 0.979167 0.9999999996 0.9934639853
000000309       *    3:       68 /           70 = 0.971429 0.9999999944 0.9864330147
000000309       *    4:       70 /           72 = 0.972222 0.9999999148 0.9720514131
000000309       *    5:       74 /           85 = 0.870588 0.9999987090 0.9433009534
000000309       *    6:      108 /          123 = 0.878049 0.9999804487 0.8883715285
000000309       *    7:      132 /          155 = 0.851613 0.9997039756 0.7919631819
000000309       *    8:      167 /          247 = 0.676113 0.9955353824 0.6455157637
000000309       *    9:      187 /          336 = 0.556548 0.9363995517 0.4655476004
000000309       *   10:      125 /          431 = 0.290023 0.4929370636 0.2941231154
000000309       *   11:       65 /          538 = 0.120818 0.0603169779 0.1661924073
000000309       *   12:       29 /          577 = 0.050260 0.0042203651 0.0870442701
000000309       *   13:       14 /          588 = 0.023810 0.0002797653 0.0436181201
000000309       *   14:       16 /          656 = 0.024390 0.0000184772 0.0213504937
000000309       *   15:       12 /          633 = 0.018957 0.0000012200 0.0103280219
000000309       *   16:        7 /          593 = 0.011804 0.0000000806 0.0049671632
000000309       *   17:        9 /          495 = 0.018182 0.0000000053 0.0023822116
000000309       *   18:        2 /          425 = 0.004706 0.0000000004 0.0011409471
000000309       *   19:        0 /          298 = 0.000000 0.0000000000 0.0005460962
000000309       *   20:        0 /          171 = 0.000000 0.0000000000 0.0002612992
000000309       *   21:        0 /           76 = 0.000000 0.0000000000 0.0001250093
000000309       *   22:        0 /           19 = 0.000000 0.0000000000 0.0000598020
000000309       *   23:        0 /            1 = 0.000000 0.0000000000 0.0000286071
000000309       log likelihood
000000309       
000000309         placement     = -933.585
000000309         chaos         = -3089.56
000000309         optimal any   = -1422.2
000000309         optimal mono  = -1422.59
000000309         estimated R/T = -2898.37 (R=9.9896 T=0.183981)
000000309         optimal   R/T = -1463.46 (R=8.81282 T=0.678045)
000000309       Compression ratio = 0.762498
000000309       (done)
000000309     (done)
000000309   current = %-1463.46
000000309   Iteration #2
000000309       tomove: 0 (last: 86)
000000318         (done)
000000318        moves = 48
000000318       penalty = 2
000000318       (done)
000000318       logistic =     -1458.4707229439 (R=   8.81282 T=0.678045)
000000318       logistic =     -1458.4707229439 (R=   8.81282 T=   0.67805)
000000318       logistic =     -1439.4604219364 (R=   8.31282 T=   0.67805)
000000318       logistic =     -1439.4604219364 (R=   8.31282 T=   0.67805)
000000318       logistic =     -1438.4560857276 (R=   8.43782 T=   0.67805)
000000318       logistic =     -1438.4560857276 (R=   8.43782 T=   0.67805)
000000318       logistic =     -1438.3571960021 (R=   8.40657 T=   0.67805)
000000318       logistic =     -1438.3571960021 (R=   8.40657 T=   0.67805)
000000318       logistic =     -1438.3068017145 (R=   8.40657 T=   0.67023)
000000318       logistic =     -1438.2772618432 (R=   8.42220 T=   0.67023)
000000318       logistic =     -1438.2772618432 (R=   8.42220 T=   0.67023)
000000318       logistic =     -1438.2772618432 (R=   8.42220 T=   0.67023)
000000318       logistic =     -1438.2772618432 (R=   8.42220 T=   0.67023)
000000318       logistic =     -1438.2771807905 (R=   8.42220 T=   0.66999)
000000318       logistic =     -1438.2771642950 (R=   8.42256 T=   0.66999)
000000318       logistic =     -1438.2771641267 (R=   8.42256 T=   0.66993)
000000318       logistic =     -1438.2771625931 (R=   8.42265 T=   0.66996)
000000318       logistic =     -1438.2771624164 (R=   8.42261 T=   0.66996)
000000318       logistic =     -1438.2771623147 (R=   8.42262 T=   0.66995)
000000318       logistic =     -1438.2771622967 (R=   8.42263 T=   0.66995)
000000318       logistic =     -1438.2771622924 (R=   8.42263 T=   0.66995)
000000318       (done)
000000318       Memory info:  42919x1120B=67% 20053x1136B=31% 2434x120B=0% 1744x328B=0% (68 MB)
000000318       Vertices by distance (N = 116):
000000318        3:6 4:6 5:14 6:11 7:14 8:20 9:19 10:17 11:4 12:5
000000318       *    0:       10 /           10 = 1.000000 1.0000000000 0.9981413171
000000318       *    1:       28 /           28 = 1.000000 1.0000000000 0.9960876640
000000318       *    2:       50 /           50 = 1.000000 0.9999999996 0.9917836141
000000318       *    3:       80 /           85 = 0.941176 0.9999999944 0.9828262177
000000318       *    4:       70 /           79 = 0.886076 0.9999999148 0.9644535798
000000318       *    5:       84 /           92 = 0.913043 0.9999987090 0.9278682952
000000318       *    6:      118 /          136 = 0.867647 0.9999804487 0.8591284530
000000318       *    7:      158 /          206 = 0.766990 0.9997039756 0.7430236577
000000318       *    8:      197 /          293 = 0.672355 0.9955353824 0.5782071130
000000318       *    9:      158 /          357 = 0.442577 0.9363995517 0.3939094341
000000318       *   10:      105 /          451 = 0.232816 0.4929370636 0.2355497986
000000318       *   11:       38 /          556 = 0.068345 0.0603169779 0.1274650318
000000318       *   12:       21 /          587 = 0.035775 0.0042203651 0.0647738260
000000318       *   13:        9 /          630 = 0.014286 0.0002797653 0.0317925950
000000318       *   14:       13 /          625 = 0.020800 0.0000184772 0.0153293330
000000318       *   15:       12 /          581 = 0.020654 0.0000012200 0.0073267815
000000318       *   16:       10 /          547 = 0.018282 0.0000000806 0.0034871011
000000318       *   17:        2 /          456 = 0.004386 0.0000000053 0.0016562900
000000318       *   18:        2 /          385 = 0.005195 0.0000000004 0.0007859402
000000318       *   19:        0 /          229 = 0.000000 0.0000000000 0.0003727724
000000318       *   20:        0 /          169 = 0.000000 0.0000000000 0.0001767680
000000318       *   21:        0 /           77 = 0.000000 0.0000000000 0.0000838144
000000318       *   22:        0 /           31 = 0.000000 0.0000000000 0.0000397386
000000318       *   23:        0 /            6 = 0.000000 0.0000000000 0.0000188407
000000318       *   24:        0 /            4 = 0.000000 0.0000000000 0.0000089325
000000318       log likelihood
000000318       
000000318         placement     = -930.724
000000318         chaos         = -3089.56
000000318         optimal any   = -1387.66
000000318         optimal mono  = -1388.34
000000318         estimated R/T = -3203.52 (R=9.9896 T=0.183981)
000000318         optimal   R/T = -1438.28 (R=8.42263 T=0.669948)
000000318       Compression ratio = 0.750392
000000318       (done)
000000318     (done)
000000318   current = %-1438.28
000000318   Iteration #3
000000318       tomove: 0 (last: 48)
000000326         (done)
000000326        moves = 39
000000326       penalty = 2
000000326       (done)
000000326       logistic =     -1430.4515914640 (R=   8.42263 T=0.669948)
000000326       logistic =     -1430.4515914640 (R=   8.42263 T=   0.66995)
000000326       logistic =     -1418.3557917822 (R=   7.92263 T=   0.66995)
000000326       logistic =     -1416.6583112854 (R=   8.17263 T=   0.66995)
000000326       logistic =     -1415.6186201192 (R=   8.04763 T=   0.66995)
000000326       logistic =     -1415.6186201192 (R=   8.04763 T=   0.66995)
000000326       logistic =     -1415.5207270012 (R=   8.07888 T=   0.66995)
000000326       logistic =     -1415.4185916289 (R=   8.07888 T=   0.65432)
000000326       logistic =     -1415.3543403412 (R=   8.10231 T=   0.65432)
000000326       logistic =     -1415.3442201653 (R=   8.10231 T=   0.65823)
000000326       logistic =     -1415.3381024522 (R=   8.09450 T=   0.65823)
000000326       logistic =     -1415.3380378159 (R=   8.09548 T=   0.65823)
000000326       logistic =     -1415.3379525741 (R=   8.09548 T=   0.65774)
000000326       logistic =     -1415.3379080871 (R=   8.09597 T=   0.65799)
000000326       logistic =     -1415.3378927120 (R=   8.09560 T=   0.65786)
000000326       logistic =     -1415.3378849952 (R=   8.09584 T=   0.65786)
000000326       logistic =     -1415.3378843601 (R=   8.09584 T=   0.65789)
000000326       logistic =     -1415.3378841165 (R=   8.09580 T=   0.65789)
000000326       logistic =     -1415.3378841165 (R=   8.09580 T=   0.65789)
000000326       logistic =     -1415.3378841026 (R=   8.09580 T=   0.65789)
000000326       logistic =     -1415.3378840953 (R=   8.09581 T=   0.65789)
000000326       (done)
000000326       Memory info:  42919x1120B=66% 20053x1136B=31% 2472x120B=0% 1829x328B=0% (68 MB)
000000326       Vertices by distance (N = 116):
000000326        2:1 3:5 4:11 5:11 6:9 7:16 8:22 9:18 10:15 11:5 12:3
000000326       *    0:        7 /            7 = 1.000000 1.0000000000 0.9978771192
000000326       *    1:       31 /           31 = 1.000000 1.0000000000 0.9954716131
000000326       *    2:       57 /           57 = 1.000000 0.9999999996 0.9903666627
000000326       *    3:       80 /           83 = 0.963855 0.9999999944 0.9796245815
000000326       *    4:       80 /           88 = 0.909091 0.9999999148 0.9574190789
000000326       *    5:      104 /          117 = 0.888889 0.9999987090 0.9131588775
000000326       *    6:      146 /          166 = 0.879518 0.9999804487 0.8310130924
000000326       *    7:      175 /          236 = 0.741525 0.9997039756 0.6969506632
000000326       *    8:      176 /          320 = 0.550000 0.9955353824 0.5181953867
000000326       *    9:      144 /          368 = 0.391304 0.9363995517 0.3346581061
000000326       *   10:       76 /          498 = 0.152610 0.4929370636 0.1904333397
000000326       *   11:       29 /          565 = 0.051327 0.0603169779 0.0991055901
000000326       *   12:       13 /          589 = 0.022071 0.0042203651 0.0489295089
000000326       *   13:       12 /          630 = 0.019048 0.0002797653 0.0234945279
000000326       *   14:       12 /          600 = 0.020000 0.0000184772 0.0111267052
000000326       *   15:       12 /          592 = 0.020270 0.0000012200 0.0052345639
000000326       *   16:        8 /          521 = 0.015355 0.0000000806 0.0024548574
000000326       *   17:        2 /          439 = 0.004556 0.0000000053 0.0011495505
000000326       *   18:        1 /          341 = 0.002933 0.0000000004 0.0005379325
000000326       *   19:        0 /          218 = 0.000000 0.0000000000 0.0002516437
000000326       *   20:        0 /          119 = 0.000000 0.0000000000 0.0001177005
000000326       *   21:        0 /           57 = 0.000000 0.0000000000 0.0000550477
000000326       *   22:        0 /           22 = 0.000000 0.0000000000 0.0000257446
000000326       *   23:        0 /            6 = 0.000000 0.0000000000 0.0000120400
000000326       log likelihood
000000326       
000000326         placement     = -922.146
000000326         chaos         = -3089.56
000000326         optimal any   = -1370.37
000000326         optimal mono  = -1370.39
000000326         estimated R/T = -3594.44 (R=9.9896 T=0.183981)
000000326         optimal   R/T = -1415.34 (R=8.09581 T=0.65789)
000000326       Compression ratio = 0.74202
000000326       (done)
000000326     (done)
000000326   current = %-1415.34
000000326   Iteration #4
000000326       tomove: 0 (last: 39)
000000335         (done)
000000335        moves = 43
000000335       penalty = 2
000000335       (done)
000000335       logistic =     -1426.5934790505 (R=   8.09581 T=0.657890)
000000335       logistic =     -1426.5934790505 (R=   8.09581 T=   0.65789)
000000335       logistic =     -1410.7343154975 (R=   7.59581 T=   0.65789)
000000335       logistic =     -1410.6950418954 (R=   7.84581 T=   0.65789)
000000335       logistic =     -1408.7717804865 (R=   7.72081 T=   0.65789)
000000335       logistic =     -1408.7717804865 (R=   7.72081 T=   0.65789)
000000335       logistic =     -1408.7717804865 (R=   7.72081 T=   0.65789)
000000335       logistic =     -1408.7717804865 (R=   7.72081 T=   0.65789)
000000335       logistic =     -1408.7717464062 (R=   7.72081 T=   0.65008)
000000335       logistic =     -1408.7484213052 (R=   7.73643 T=   0.65008)
000000335       logistic =     -1408.7402864171 (R=   7.73448 T=   0.65203)
000000335       logistic =     -1408.7387619771 (R=   7.73155 T=   0.65301)
000000335       logistic =     -1408.7384010816 (R=   7.72960 T=   0.65301)
000000335       logistic =     -1408.7383572397 (R=   7.72984 T=   0.65276)
000000335       logistic =     -1408.7383383221 (R=   7.73021 T=   0.65276)
000000335       logistic =     -1408.7383383221 (R=   7.73021 T=   0.65276)
000000335       logistic =     -1408.7383371679 (R=   7.73024 T=   0.65279)
000000335       logistic =     -1408.7383367628 (R=   7.73018 T=   0.65279)
000000335       logistic =     -1408.7383367623 (R=   7.73018 T=   0.65279)
000000335       logistic =     -1408.7383367476 (R=   7.73018 T=   0.65280)
000000335       logistic =     -1408.7383367433 (R=   7.73017 T=   0.65280)
000000335       (done)
000000335       Memory info:  42919x1120B=66% 20053x1136B=31% 2490x120B=0% 1935x328B=0% (68 MB)
000000335       Vertices by distance (N = 116):
000000335        2:3 3:3 4:13 5:11 6:7 7:20 8:23 9:20 10:9 11:6 12:1
000000335       *    0:       11 /           11 = 1.000000 1.0000000000 0.9973241402
000000335       *    1:       28 /           28 = 1.000000 1.0000000000 0.9942618903
000000335       *    2:       62 /           62 = 1.000000 0.9999999996 0.9877382920
000000335       *    3:       83 /           87 = 0.954023 0.9999999944 0.9739920850
000000335       *    4:      100 /          105 = 0.952381 0.9999999148 0.9456828881
000000335       *    5:      146 /          168 = 0.869048 0.9999987090 0.8900384309
000000335       *    6:      133 /          162 = 0.820988 0.9999804487 0.7900454561
000000335       *    7:      183 /          270 = 0.677778 0.9997039756 0.6362824948
000000335       *    8:      173 /          347 = 0.498559 0.9955353824 0.4485158397
000000335       *    9:      117 /          400 = 0.292500 0.9363995517 0.2743618945
000000335       *   10:       47 /          519 = 0.090559 0.4929370636 0.1494987726
000000335       *   11:       26 /          612 = 0.042484 0.0603169779 0.0755452739
000000335       *   12:       12 /          624 = 0.019231 0.0042203651 0.0366005017
000000335       *   13:       16 /          610 = 0.026230 0.0002797653 0.0173554565
000000335       *   14:       11 /          583 = 0.018868 0.0000184772 0.0081441753
000000335       *   15:       14 /          634 = 0.022082 0.0000012200 0.0038027945
000000335       *   16:        3 /          490 = 0.006122 0.0000000806 0.0017715216
000000335       *   17:        0 /          394 = 0.000000 0.0000000053 0.0008243608
000000335       *   18:        0 /          297 = 0.000000 0.0000000004 0.0003834139
000000335       *   19:        0 /          152 = 0.000000 0.0000000000 0.0001782855
000000335       *   20:        0 /           74 = 0.000000 0.0000000000 0.0000828927
000000335       *   21:        0 /           27 = 0.000000 0.0000000000 0.0000385385
000000335       *   22:        0 /           13 = 0.000000 0.0000000000 0.0000179169
000000335       *   23:        0 /            1 = 0.000000 0.0000000000 0.0000083296
000000335       log likelihood
000000335       
000000335         placement     = -902.759
000000335         chaos         = -3089.56
000000335         optimal any   = -1368.31
000000335         optimal mono  = -1368.73
000000335         estimated R/T = -4228.91 (R=9.9896 T=0.183981)
000000335         optimal   R/T = -1408.74 (R=7.73017 T=0.652798)
000000335       Compression ratio = 0.735076
000000335       (done)
000000335     (done)
000000335   current = %-1408.74
000000335   Iteration #5
000000335       tomove: 0 (last: 43)
000000343         (done)
000000343        moves = 37
000000343       penalty = 2
000000343       (done)
000000343       logistic =     -1410.9626952424 (R=   7.73017 T=0.652798)
000000343       logistic =     -1410.9626952424 (R=   7.73017 T=   0.65280)
000000343       logistic =     -1395.8026967860 (R=   7.23017 T=   0.65280)
000000343       logistic =     -1395.2445531334 (R=   7.48017 T=   0.65280)
000000343       logistic =     -1393.5403962413 (R=   7.35517 T=   0.65280)
000000343       logistic =     -1393.5403962413 (R=   7.35517 T=   0.65280)
000000343       logistic =     -1393.5403962413 (R=   7.35517 T=   0.65280)
000000343       logistic =     -1393.2101113723 (R=   7.37080 T=   0.63717)
000000343       logistic =     -1393.1644770850 (R=   7.38642 T=   0.63717)
000000343       logistic =     -1393.1630474084 (R=   7.39033 T=   0.63717)
000000343       logistic =     -1393.1619368836 (R=   7.39033 T=   0.63522)
000000343       logistic =     -1393.1610820827 (R=   7.39326 T=   0.63522)
000000343       logistic =     -1393.1606616037 (R=   7.39277 T=   0.63571)
000000343       logistic =     -1393.1606072255 (R=   7.39204 T=   0.63571)
000000343       logistic =     -1393.1605973510 (R=   7.39216 T=   0.63583)
000000343       logistic =     -1393.1605901731 (R=   7.39192 T=   0.63583)
000000343       logistic =     -1393.1605901731 (R=   7.39192 T=   0.63583)
000000343       logistic =     -1393.1605900716 (R=   7.39193 T=   0.63581)
000000343       logistic =     -1393.1605900242 (R=   7.39196 T=   0.63581)
000000343       logistic =     -1393.1605900036 (R=   7.39195 T=   0.63582)
000000343       logistic =     -1393.1605899991 (R=   7.39195 T=   0.63582)
000000343       (done)
000000343       Memory info:  42919x1120B=66% 20053x1136B=31% 2496x120B=0% 2012x328B=0% (68 MB)
000000343       Vertices by distance (N = 116):
000000343        2:3 3:5 4:15 5:8 6:10 7:20 8:23 9:17 10:10 11:4 12:1
000000343       *    0:       14 /           14 = 1.000000 1.0000000000 0.9970202706
000000343       *    1:       31 /           31 = 1.000000 1.0000000000 0.9934813659
000000343       *    2:       64 /           67 = 0.955224 0.9999999996 0.9857993104
000000343       *    3:       88 /           88 = 1.000000 0.9999999944 0.9693434930
000000343       *    4:      113 /          121 = 0.933884 0.9999999148 0.9350745102
000000343       *    5:      164 /          187 = 0.877005 0.9999987090 0.8677256866
000000343       *    6:      148 /          193 = 0.766839 0.9999804487 0.7492487376
000000343       *    7:      196 /          300 = 0.653333 0.9997039756 0.5764510615
000000343       *    8:      159 /          374 = 0.425134 0.9955353824 0.3826851033
000000343       *    9:       84 /          480 = 0.175000 0.9363995517 0.2201907758
000000343       *   10:       38 /          547 = 0.069470 0.4929370636 0.1139571159
000000343       *   11:       17 /          598 = 0.028428 0.0603169779 0.0553398836
000000343       *   12:       12 /          629 = 0.019078 0.0042203651 0.0259897524
000000343       *   13:       10 /          598 = 0.016722 0.0002797653 0.0120079267
000000343       *   14:       13 /          590 = 0.022034 0.0000184772 0.0055054514
000000343       *   15:       12 /          587 = 0.020443 0.0000012200 0.0025152014
000000343       *   16:        2 /          441 = 0.004535 0.0000000806 0.0011472126
000000343       *   17:        0 /          374 = 0.000000 0.0000000053 0.0005228670
000000343       *   18:        0 /          244 = 0.000000 0.0000000004 0.0002382269
000000343       *   19:        0 /          127 = 0.000000 0.0000000000 0.0001085233
000000343       *   20:        0 /           50 = 0.000000 0.0000000000 0.0000494339
000000343       *   21:        0 /           20 = 0.000000 0.0000000000 0.0000225171
000000343       *   22:        0 /            9 = 0.000000 0.0000000000 0.0000102564
000000343       *   23:        0 /            1 = 0.000000 0.0000000000 0.0000046717
000000343       log likelihood
000000343       
000000343         placement     = -892.794
000000343         chaos         = -3089.56
000000343         optimal any   = -1346.76
000000343         optimal mono  = -1349.55
000000343         estimated R/T = -5045.38 (R=9.9896 T=0.183981)
000000343         optimal   R/T = -1393.16 (R=7.39195 T=0.635818)
000000343       Compression ratio = 0.724878
000000343       (done)
000000343     (done)
000000343   current = %-1393.16
000000343   Iteration #6
000000343       tomove: 0 (last: 37)
000000351         (done)
000000351        moves = 41
000000351       penalty = 2
000000351       (done)
000000351       logistic =     -1402.0095042343 (R=   7.39195 T=0.635818)
000000351       logistic =     -1402.0095042343 (R=   7.39195 T=   0.63582)
000000351       logistic =     -1380.2616405341 (R=   6.89195 T=   0.63582)
000000351       logistic =     -1380.2616405341 (R=   6.89195 T=   0.63582)
000000351       logistic =     -1379.3436080821 (R=   7.01695 T=   0.63582)
000000351       logistic =     -1379.2888695454 (R=   6.95445 T=   0.63582)
000000351       logistic =     -1379.1869549902 (R=   6.98570 T=   0.63582)
000000351       logistic =     -1378.9390796287 (R=   6.98570 T=   0.62019)
000000351       logistic =     -1378.8736520154 (R=   7.00913 T=   0.62019)
000000351       logistic =     -1378.8736520154 (R=   7.00913 T=   0.62019)
000000351       logistic =     -1378.8733919781 (R=   7.00718 T=   0.62019)
000000351       logistic =     -1378.8733919661 (R=   7.00816 T=   0.62019)
000000351       logistic =     -1378.8732284338 (R=   7.00767 T=   0.62068)
000000351       logistic =     -1378.8731454361 (R=   7.00694 T=   0.62068)
000000351       logistic =     -1378.8731394097 (R=   7.00694 T=   0.62056)
000000351       logistic =     -1378.8731363748 (R=   7.00706 T=   0.62062)
000000351       logistic =     -1378.8731349513 (R=   7.00700 T=   0.62059)
000000351       logistic =     -1378.8731347796 (R=   7.00703 T=   0.62059)
000000351       logistic =     -1378.8731347746 (R=   7.00704 T=   0.62060)
000000351       logistic =     -1378.8731347462 (R=   7.00702 T=   0.62060)
000000351       logistic =     -1378.8731347404 (R=   7.00702 T=   0.62060)
000000351       (done)
000000351       Memory info:  42919x1120B=66% 20053x1136B=31% 2506x120B=0% 2062x328B=0% (68 MB)
000000351       Vertices by distance (N = 116):
000000351        2:5 3:6 4:12 5:10 6:12 7:22 8:22 9:17 10:5 11:5
000000351       *    0:       14 /           14 = 1.000000 1.0000000000 0.9964787007
000000351       *    1:       38 /           38 = 1.000000 1.0000000000 0.9921527995
000000351       *    2:       65 /           68 = 0.955882 0.9999999996 0.9826053152
000000351       *    3:      105 /          105 = 1.000000 0.9999999944 0.9618878746
000000351       *    4:      133 /          143 = 0.930070 0.9999999148 0.9185410938
000000351       *    5:      181 /          209 = 0.866029 0.9999987090 0.8343824328
000000351       *    6:      168 /          244 = 0.688525 0.9999804487 0.6923935058
000000351       *    7:      188 /          325 = 0.578462 0.9997039756 0.5014139104
000000351       *    8:      120 /          389 = 0.308483 0.9955353824 0.3100208598
000000351       *    9:       71 /          539 = 0.131725 0.9363995517 0.1671865771
000000351       *   10:       27 /          618 = 0.043689 0.4929370636 0.0823092734
000000351       *   11:       12 /          609 = 0.019704 0.0603169779 0.0385289669
000000351       *   12:       14 /          576 = 0.024306 0.0042203651 0.0175890781
000000351       *   13:       11 /          643 = 0.017107 0.0002797653 0.0079357582
000000351       *   14:       11 /          596 = 0.018456 0.0000184772 0.0035612133
000000351       *   15:        6 /          520 = 0.011538 0.0000012200 0.0015942381
000000351       *   16:        1 /          438 = 0.002283 0.0000000806 0.0007129107
000000351       *   17:        0 /          279 = 0.000000 0.0000000053 0.0003186436
000000351       *   18:        0 /          180 = 0.000000 0.0000000004 0.0001423903
000000351       *   19:        0 /           87 = 0.000000 0.0000000000 0.0000636229
000000351       *   20:        0 /           38 = 0.000000 0.0000000000 0.0000284268
000000351       *   21:        0 /            8 = 0.000000 0.0000000000 0.0000127009
000000351       *   22:        0 /            4 = 0.000000 0.0000000000 0.0000056746
000000351       log likelihood
000000351       
000000351         placement     = -875.875
000000351         chaos         = -3089.56
000000351         optimal any   = -1339.93
000000351         optimal mono  = -1342.93
000000351         estimated R/T = -6173.47 (R=9.9896 T=0.183981)
000000351         optimal   R/T = -1378.87 (R=7.00702 T=0.620596)
000000351       Compression ratio = 0.71719
000000351       (done)
000000351     (done)
000000351   current = %-1378.87
000000351   Iteration #7
000000351       tomove: 0 (last: 41)
000000359         (done)
000000359        moves = 28
000000359       penalty = 2
000000359       (done)
000000359       logistic =     -1390.8545550301 (R=   7.00702 T=0.620596)
000000359       logistic =     -1390.8545550301 (R=   7.00702 T=   0.62060)
000000359       logistic =     -1380.9243448533 (R=   6.50702 T=   0.62060)
000000359       logistic =     -1377.1334319344 (R=   6.75702 T=   0.62060)
000000359       logistic =     -1376.8958156810 (R=   6.63202 T=   0.62060)
000000359       logistic =     -1376.4743646349 (R=   6.69452 T=   0.62060)
000000359       logistic =     -1376.4743646349 (R=   6.69452 T=   0.62060)
000000359       logistic =     -1376.4459335611 (R=   6.69452 T=   0.60497)
000000359       logistic =     -1376.3633557010 (R=   6.71014 T=   0.61278)
000000359       logistic =     -1376.3495683465 (R=   6.69843 T=   0.61278)
000000359       logistic =     -1376.3468897564 (R=   6.70038 T=   0.61083)
000000359       logistic =     -1376.3458085029 (R=   6.70331 T=   0.61083)
000000359       logistic =     -1376.3457598019 (R=   6.70331 T=   0.61132)
000000359       logistic =     -1376.3456416072 (R=   6.70233 T=   0.61132)
000000359       logistic =     -1376.3456277239 (R=   6.70233 T=   0.61120)
000000359       logistic =     -1376.3456189856 (R=   6.70258 T=   0.61120)
000000359       logistic =     -1376.3456189856 (R=   6.70258 T=   0.61120)
000000359       logistic =     -1376.3456189856 (R=   6.70258 T=   0.61120)
000000359       logistic =     -1376.3456189828 (R=   6.70258 T=   0.61120)
000000359       logistic =     -1376.3456189751 (R=   6.70258 T=   0.61119)
000000359       logistic =     -1376.3456189677 (R=   6.70259 T=   0.61119)
000000359       (done)
000000359       Memory info:  42919x1120B=66% 20053x1136B=31% 2509x120B=0% 2135x328B=0% (68 MB)
000000359       Vertices by distance (N = 116):
000000359        1:2 2:3 3:9 4:10 5:11 6:11 7:26 8:20 9:15 10:6 11:3
000000359       *    0:       11 /           11 = 1.000000 1.0000000000 0.9958612123
000000359       *    1:       46 /           46 = 1.000000 1.0000000000 0.9906698677
000000359       *    2:       68 /           71 = 0.957746 0.9999999996 0.9791035746
000000359       *    3:      113 /          113 = 1.000000 0.9999999944 0.9538665942
000000359       *    4:      155 /          170 = 0.911765 0.9999999148 0.9012252901
000000359       *    5:      182 /          219 = 0.831050 0.9999987090 0.8010453806
000000359       *    6:      194 /          283 = 0.685512 0.9999804487 0.6398626410
000000359       *    7:      178 /          367 = 0.485014 0.9997039756 0.4394720942
000000359       *    8:       95 /          422 = 0.225118 0.9955353824 0.2570462750
000000359       *    9:       50 /          576 = 0.086806 0.9363995517 0.1324520075
000000359       *   10:       22 /          624 = 0.035256 0.4929370636 0.0631196595
000000359       *   11:       14 /          584 = 0.023973 0.0603169779 0.0288717168
000000359       *   12:       14 /          580 = 0.024138 0.0042203651 0.0129494372
000000359       *   13:        8 /          639 = 0.012520 0.0002797653 0.0057559891
000000359       *   14:        9 /          609 = 0.014778 0.0000184772 0.0025482051
000000359       *   15:        5 /          468 = 0.010684 0.0000012200 0.0011260784
000000359       *   16:        1 /          398 = 0.002513 0.0000000806 0.0004972301
000000359       *   17:        0 /          254 = 0.000000 0.0000000053 0.0002194793
000000359       *   18:        0 /          140 = 0.000000 0.0000000004 0.0000968640
000000359       *   19:        0 /           66 = 0.000000 0.0000000000 0.0000427466
000000359       *   20:        0 /           22 = 0.000000 0.0000000000 0.0000188637
000000359       *   21:        0 /            8 = 0.000000 0.0000000000 0.0000083243
000000359       log likelihood
000000359       
000000359         placement     = -866.825
000000359         chaos         = -3089.56
000000359         optimal any   = -1339.83
000000359         optimal mono  = -1342.78
000000359         estimated R/T = -7360.46 (R=9.9896 T=0.183981)
000000359         optimal   R/T = -1376.35 (R=6.70259 T=0.611193)
000000359       Compression ratio = 0.714228
000000359       (done)
000000359     (done)
000000359   current = %-1376.35
000000359   Iteration #8
000000359       tomove: 0 (last: 28)
000000367         (done)
000000367        moves = 31
000000367       penalty = 2
000000367       (done)
000000367       logistic =     -1391.9951824117 (R=   6.70259 T=0.611193)
000000367       logistic =     -1391.9951824117 (R=   6.70259 T=   0.61119)
000000367       logistic =     -1378.4254965726 (R=   6.20259 T=   0.61119)
000000367       logistic =     -1376.2191536990 (R=   6.45259 T=   0.61119)
000000367       logistic =     -1375.1336946474 (R=   6.32759 T=   0.61119)
000000367       logistic =     -1375.1218629900 (R=   6.39009 T=   0.61119)
000000367       logistic =     -1374.9900636136 (R=   6.35884 T=   0.61119)
000000367       logistic =     -1374.9900636136 (R=   6.35884 T=   0.61119)
000000367       logistic =     -1374.9900636136 (R=   6.35884 T=   0.61119)
000000367       logistic =     -1374.9900636136 (R=   6.35884 T=   0.61119)
000000367       logistic =     -1374.9900636136 (R=   6.35884 T=   0.61119)
000000367       logistic =     -1374.9890347770 (R=   6.35981 T=   0.61022)
000000367       logistic =     -1374.9887985938 (R=   6.36128 T=   0.61022)
000000367       logistic =     -1374.9887958441 (R=   6.36104 T=   0.61022)
000000367       logistic =     -1374.9887951131 (R=   6.36116 T=   0.61022)
000000367       logistic =     -1374.9887942990 (R=   6.36110 T=   0.61028)
000000367       logistic =     -1374.9887934710 (R=   6.36100 T=   0.61025)
000000367       logistic =     -1374.9887929003 (R=   6.36107 T=   0.61025)
000000367       logistic =     -1374.9887928137 (R=   6.36107 T=   0.61025)
000000367       logistic =     -1374.9887928008 (R=   6.36105 T=   0.61025)
000000367       logistic =     -1374.9887928003 (R=   6.36106 T=   0.61025)
000000367       (done)
000000367       Memory info:  42919x1120B=66% 20053x1136B=31% 2511x120B=0% 2167x328B=0% (68 MB)
000000367       Vertices by distance (N = 116):
000000367        0:1 1:1 2:4 3:13 4:7 5:10 6:14 7:23 8:24 9:11 10:7 11:1
000000367       *    0:       13 /           13 = 1.000000 1.0000000000 0.9945777599
000000367       *    1:       53 /           53 = 1.000000 1.0000000000 0.9877811153
000000367       *    2:       73 /           76 = 0.960526 0.9999999996 0.9726989013
000000367       *    3:      142 /          142 = 1.000000 0.9999999944 0.9401285478
000000367       *    4:      160 /          183 = 0.874317 0.9999999148 0.8737451218
000000367       *    5:      199 /          247 = 0.805668 0.9999987090 0.7530889485
000000367       *    6:      191 /          307 = 0.622150 0.9999804487 0.5734214348
000000367       *    7:      161 /          397 = 0.405542 0.9997039756 0.3720326773
000000367       *    8:       72 /          466 = 0.154506 0.9955353824 0.2070438605
000000367       *    9:       37 /          620 = 0.059677 0.9363995517 0.1031996253
000000367       *   10:       15 /          635 = 0.023622 0.4929370636 0.0482687252
000000367       *   11:       14 /          575 = 0.024348 0.0603169779 0.0218635204
000000367       *   12:       13 /          577 = 0.022530 0.0042203651 0.0097551150
000000367       *   13:       11 /          608 = 0.018092 0.0002797653 0.0043229224
000000367       *   14:        8 /          574 = 0.013937 0.0000184772 0.0019098438
000000367       *   15:        3 /          460 = 0.006522 0.0000012200 0.0008426188
000000367       *   16:        0 /          364 = 0.000000 0.0000000806 0.0003715395
000000367       *   17:        0 /          219 = 0.000000 0.0000000053 0.0001637813
000000367       *   18:        0 /          100 = 0.000000 0.0000000004 0.0000721894
000000367       *   19:        0 /           36 = 0.000000 0.0000000000 0.0000318171
000000367       *   20:        0 /           17 = 0.000000 0.0000000000 0.0000140229
000000367       *   21:        0 /            1 = 0.000000 0.0000000000 0.0000061803
000000367       log likelihood
000000367       
000000367         placement     = -851.35
000000367         chaos         = -3089.56
000000367         optimal any   = -1330.07
000000367         optimal mono  = -1333.28
000000367         estimated R/T = -8804.43 (R=9.9896 T=0.183981)
000000367         optimal   R/T = -1374.99 (R=6.36106 T=0.610254)
000000367       Compression ratio = 0.706062
000000367       (done)
000000367     (done)
000000367   current = %-1374.99
000000367   Iteration #9
000000367       tomove: 0 (last: 31)
000000375         (done)
000000375        moves = 31
000000375       penalty = 2
000000375       (done)
000000375       logistic =     -1389.3942360073 (R=   6.36106 T=0.610254)
000000375       logistic =     -1389.3942360073 (R=   6.36106 T=   0.61025)
000000375       logistic =     -1381.6595479251 (R=   5.86106 T=   0.61025)
000000375       logistic =     -1376.5839304699 (R=   6.11106 T=   0.61025)
000000375       logistic =     -1376.5839304699 (R=   6.11106 T=   0.61025)
000000375       logistic =     -1376.2147275009 (R=   6.04856 T=   0.61025)
000000375       logistic =     -1376.2147275009 (R=   6.04856 T=   0.61025)
000000375       logistic =     -1376.2030711991 (R=   6.06418 T=   0.61025)
000000375       logistic =     -1376.2002715663 (R=   6.05637 T=   0.61025)
000000375       logistic =     -1376.1995125449 (R=   6.06027 T=   0.61025)
000000375       logistic =     -1376.1936345057 (R=   6.05832 T=   0.61221)
000000375       logistic =     -1376.1927287158 (R=   6.05539 T=   0.61221)
000000375       logistic =     -1376.1927117245 (R=   6.05588 T=   0.61221)
000000375       logistic =     -1376.1926269640 (R=   6.05588 T=   0.61245)
000000375       logistic =     -1376.1925880283 (R=   6.05539 T=   0.61245)
000000375       logistic =     -1376.1925824355 (R=   6.05533 T=   0.61251)
000000375       logistic =     -1376.1925815616 (R=   6.05524 T=   0.61251)
000000375       logistic =     -1376.1925815433 (R=   6.05525 T=   0.61251)
000000375       logistic =     -1376.1925814742 (R=   6.05525 T=   0.61252)
000000375       logistic =     -1376.1925814378 (R=   6.05524 T=   0.61252)
000000375       logistic =     -1376.1925814376 (R=   6.05524 T=   0.61252)
000000375       (done)
000000375       Memory info:  42919x1120B=66% 20053x1136B=31% 2512x120B=0% 2207x328B=1% (68 MB)
000000375       Vertices by distance (N = 116):
000000375        0:2 1:1 2:3 3:15 4:7 5:8 6:18 7:26 8:21 9:8 10:7
000000375       *    0:       15 /           15 = 1.000000 1.0000000000 0.9929164790
000000375       *    1:       59 /           59 = 1.000000 1.0000000000 0.9841182932
000000375       *    2:       80 /           83 = 0.963855 0.9999999996 0.9647798270
000000375       *    3:      169 /          169 = 1.000000 0.9999999944 0.9237189720
000000375       *    4:      169 /          197 = 0.857868 0.9999999148 0.8425979226
000000375       *    5:      202 /          269 = 0.750929 0.9999987090 0.7029507902
000000375       *    6:      184 /          328 = 0.560976 0.9999804487 0.5112710402
000000375       *    7:      137 /          432 = 0.317130 0.9997039756 0.3162183953
000000375       *    8:       62 /          520 = 0.119231 0.9955353824 0.1697355325
000000375       *    9:       30 /          631 = 0.047544 0.9363995517 0.0828833841
000000375       *   10:       14 /          649 = 0.021572 0.4929370636 0.0384163909
000000375       *   11:       10 /          566 = 0.017668 0.0603169779 0.0173545342
000000375       *   12:       15 /          592 = 0.025338 0.0042203651 0.0077468508
000000375       *   13:       17 /          683 = 0.024890 0.0002797653 0.0034394815
000000375       *   14:        0 /          512 = 0.000000 0.0000184772 0.0015233994
000000375       *   15:        2 /          421 = 0.004751 0.0000012200 0.0006740152
000000375       *   16:        0 /          295 = 0.000000 0.0000000806 0.0002980709
000000375       *   17:        0 /          142 = 0.000000 0.0000000053 0.0001317888
000000375       *   18:        0 /           78 = 0.000000 0.0000000004 0.0000582636
000000375       *   19:        0 /           23 = 0.000000 0.0000000000 0.0000257571
000000375       *   20:        0 /            6 = 0.000000 0.0000000000 0.0000113865
000000375       log likelihood
000000375       
000000375         placement     = -831.666
000000375         chaos         = -3089.56
000000375         optimal any   = -1329.9
000000375         optimal mono  = -1335.39
000000375         estimated R/T = -10279.1 (R=9.9896 T=0.183981)
000000375         optimal   R/T = -1376.19 (R=6.05524 T=0.612522)
000000375       Compression ratio = 0.699636
000000375       (done)
000000375     (done)
000000375   current = %-1376.19
000000375   Not enough improvement -- breaking
000000375   (done)
000000375 evaluating embedding: polar in BFKL format
000000375 maximum radius = 5.65501
000000375 prepare pairs
000000379   (done)
000000379 greedy routing
000000385   (done)
000000385 greedy routing: success = 0.936982 stretch = 1.0592 efficiency = 0.898332
000000385 modded routing: success = 0.993506 stretch = 1.08343 efficiency = 0.937309
000000385 continuous ranks
000000389   (done)
000000389 MeanRank = 7.14034 MAP = 0.793825
000000389 data: (2330,92.0837,16637,116,116)
000000389   build_disttable_approx
000000395     (done)
000000395   (done)
000000395 fix_logistic_parameters
000000395   lcont =     -2256.9447421967 (R=   0.00000 T=1.000000)
000000396   lcont =     -1948.3243060218 (R=   2.00000 T=   1.00000)
000000397   lcont =     -1529.2385191678 (R=   3.00000 T=   0.50000)
000000397   lcont =     -1529.2385191678 (R=   3.00000 T=   0.50000)
000000398   lcont =     -1446.2907238668 (R=   3.25000 T=   0.37500)
000000399   lcont =     -1438.3526036026 (R=   3.37500 T=   0.31250)
000000399   lcont =     -1438.1633924448 (R=   3.34375 T=   0.31250)
000000401   lcont =     -1436.5728886133 (R=   3.32812 T=   0.32812)
000000401   lcont =     -1436.5728886133 (R=   3.32812 T=   0.32812)
000000401   lcont =     -1436.5682240897 (R=   3.33203 T=   0.32812)
000000402   lcont =     -1436.5682240897 (R=   3.33203 T=   0.32812)
000000403   lcont =     -1436.5643428956 (R=   3.33008 T=   0.32910)
000000403   lcont =     -1436.5643386953 (R=   3.32959 T=   0.32910)
000000404   lcont =     -1436.5643106881 (R=   3.32983 T=   0.32910)
000000405   lcont =     -1436.5642019071 (R=   3.32996 T=   0.32898)
000000405   lcont =     -1436.5642008005 (R=   3.33002 T=   0.32898)
000000406   lcont =     -1436.5641982116 (R=   3.33005 T=   0.32895)
000000406   lcont =     -1436.5641982116 (R=   3.33005 T=   0.32895)
000000407   lcont =     -1436.5641979027 (R=   3.33004 T=   0.32896)
000000408   lcont =     -1436.5641979027 (R=   3.33004 T=   0.32896)
000000408   lcont =     -1436.5641979008 (R=   3.33004 T=   0.32896)
000000408   (done)
000000408 loglikelihood = 1436.6
000000408 N = 116 M = 1165 radius = 5.65501 entropy = 3089.6
000000409 distance entropy for zero alpha = 200.975
000000409 obtained alpha = 0.219575
000000409 distance entropy = 193.799
000000451 FOR epsilon = 0.47731
000000451   dist_entropy = 198.974
000000451   sphere_entropy = 398.144
000000451   negloglik = 1551.74
000000451   control = 2148.9
